Consider the following two lotteries: L4: 50% chance of winning £1,000, 50% chance of winning nothing L5: 20% chance of winning each of £0, £250, £500, £750 and £1,000 Which of the following are true (select all correct answers): A L4 second-order stochastically dominates L5 B) Any risk-averse individual would prefer L5 to L4 Any risk-neutral individual would prefer to L5 L5 second-order stochastically dominates L4 E) Any risk-neutral individual would prefer L5 to L4 (F) Any risk-averse individual would prefer L4 to L5 G Any risk-loving individual would prefer L4 to L5 H) Any risk-loving individual would prefer L5 to L4
Consider the following two lotteries: L4: 50% chance of winning £1,000, 50% chance of winning nothing L5: 20% chance of winning each of £0, £250, £500, £750 and £1,000 Which of the following are true (select all correct answers): A L4 second-order stochastically dominates L5 B) Any risk-averse individual would prefer L5 to L4 Any risk-neutral individual would prefer to L5 L5 second-order stochastically dominates L4 E) Any risk-neutral individual would prefer L5 to L4 (F) Any risk-averse individual would prefer L4 to L5 G Any risk-loving individual would prefer L4 to L5 H) Any risk-loving individual would prefer L5 to L4
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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Transcribed Image Text:Question 17
Consider the following two lotteries:
L4: 50% chance of winning £1,000, 50% chance of winning nothing
L5: 20% chance of winning each of £0, £250, £500, £750 and £1,000
Which of the following are true (select all correct answers):
A L4 second-order stochastically dominates L5
B) Any risk-averse individual would prefer L5 to L4
D
Any risk-neutral individual would prefer to L5
L5 second-order stochastically dominates L4
E Any risk-neutral individual would prefer L5 to L4
Any risk-averse individual would prefer L4 to L5
G) Any risk-loving individual would prefer L4 to L5
H) Any risk-loving individual would prefer L5 to L4
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